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Number Patterns
Mathematics, Grade 6
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Study Guide Number Patterns Mathematics, Grade 6
❮
1
/
3
❯
NUMBER
PATTERNS
A
number
pattern
is
a
group
of
numbers
that
are
related
to
one
another
in
some
sort
of
pattern.
Finding
a
pattern
is
a
simpler
way
to
solve
a
problem.
With
number
patterns,
sometimes
a
series
of
numbers
are
given
and
the
next
three
numbers
are
required.
In
this
case,
the
number
pattern
would
have
to
be
figured
out
and
then
the
next
numbers
could
be
given.
Sometimes,
a
pattern
is
given
in
words
and
is
asking
for
the
numbers.
Another
example
of
number
patterns
is
a
word
problem.
In
this
case,
a
pattern
would
have
to
be
figured
out
so
the
answer
to
the
problem
can
be
given.
Prime
factorization
is
another
type
of
number
pattern.
With
prime
factorization,
a
number
is
broken
down
until
only
prime
numbers
are
left.
The
numbers
that
are
left
are
written
with
exponents.
This
is
an
easier
way
to
write
the
factors
that
make
up
a
larger
number.
How
to
use
number
patterns:
•
The
first
step
when
given
numbers
in
a
pattern
is
to
look
at
the
numbers
for
some
kind
of
relationship.
A
common
pattern
used
is
numbers
that
are
multiples
of
a
number.
•
Once
a
pattern
is
established,
follow
the
pattern
to
give
the
next
numbers
if
asked.
In
the
example
below,
the
pattern
is
each
number
equals
the
addition
of
the
two
previous
numbers.
Example:
1,
1,
2,
3,
5,
8,
13,
___,
___,
___...
→
21,
34,
and
55
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Permission
is
granted
for
the
purchaser
to
print
copies
for
non-commercial
educational
purposes
only.
Visit
us
at
www.NewPathLearning.com.
•
When
number
patterns
are
given
in
words,
the
pattern
must
be
followed
to
be
able
to
give
the
amount
of
numbers
requested.
A
number
pattern
that
states,
"Write
the
first
five
numbers
starting
with
4
of
a
pattern
that
multiplies
the
previous
number
by
two."
would
be:
4,
8,
16,
32,
64.
•
Prime
factorization
is
another
type
of
number
pattern
in
which
a
large
number
is
broken
down
into
only
prime
numbers.
The
numbers
are
then
written
with
exponents
as
shown
below.
Example:
prime
factorization
of
120
٨
10
12
٨
٨
5
2
2
6
٨
2
3
→
5
x
2
x
2
x
2
x3
→
5
x
2³
x
3
Try
this!
1.
What
are
the
next
three
numbers?
3,
6,
9,
12,
15...
1,
3,
5,
7,
9...
2,
7,
12,
17,
22...
2.
Give
the
first
4
numbers
of
the
following
patterns
starting
with
2:
Each
number
is
three
more
than
the
previous
number.
3.
Give
the
first
4
numbers
of
the
following
patterns
starting
with
8:
Each
number
is
two
times
more
than
the
previous
number.
© Copyright NewPath Learning. All Rights Reserved.
Permission
is
granted
for
the
purchaser
to
print
copies
for
non-commercial
educational
purposes
only.
Visit
us
at
www.NewPathLearning.com.
4.
Give
the
prime
factorization
for
the
following
numbers:
76
154
220
448
© Copyright NewPath Learning. All Rights Reserved.
Permission
is
granted
for
the
purchaser
to
print
copies
for
non-commercial
educational
purposes
only.
Visit
us
at
www.NewPathLearning.com.
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